{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Introduction\n",
    "\n",
    "This notebook demonstrates the use of the Materials API using Python. We will do so with Python Materials Genomics (pymatgen)'s high level tools as well as using the requests package."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Using pymatgen's MPRester (Recommended)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "# We start by importing MPRester, which is available from the root import of pymatgen.\n",
    "from pymatgen.ext.matproj import MPRester\n",
    "from pprint import pprint\n",
    "\n",
    "# Initializing MPRester. Note that you can call MPRester. MPRester looks for the API key in two places: \n",
    "# - Supplying it directly as an __init__ arg.\n",
    "# - Setting the \"MAPI_KEY\" environment variable.\n",
    "# Please obtain your API key at https://www.materialsproject.org/dashboard\n",
    "\n",
    "m = MPRester()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Doing simple queries using the high-level methods."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "collapsed": true
   },
   "source": [
    "Many methods in MPRester supports the extremely simple yet powerful query syntax for materials. There are three kinds of queries:\n",
    "\n",
    "1. Formulae, e.g., \"Li2O\", \"Fe2O3\", \"*TiO3\n",
    "2. Chemical systems, e.g., \"Li-Fe-O\", \"*-Fe-O\"\n",
    "3. Materials ids, e.g., \"mp-1234\"\n",
    "\n",
    "The MPRester automatically detects what kind of query is being made. Also, for formulas and chemical systems, wildcards are supported with a \\*. That means *2O will yield a list of the following formula results:\n",
    "\n",
    "B2O, Xe2O, Li2O ..."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[{'material_id': 'mp-1245303',\n",
      "  'structure': Structure Summary\n",
      "Lattice\n",
      "    abc : 9.57315243047336 10.146054088976166 10.103667485433098\n",
      " angles : 86.13106220519246 89.99998293316615 90.33051888498589\n",
      " volume : 979.113523443191\n",
      "      A : 9.573134 -0.012479 0.014041\n",
      "      B : -0.045815 10.140122 0.343861\n",
      "      C : -0.014365 0.339642 10.097947\n",
      "PeriodicSite: Li (7.0225, 3.0952, 4.4797) [0.7356, 0.2917, 0.4327]\n",
      "PeriodicSite: Li (1.9497, 3.7506, 6.5727) [0.2063, 0.3487, 0.6387]\n",
      "PeriodicSite: Li (8.9493, 8.8757, 10.0878) [0.9403, 0.8440, 0.9689]\n",
      "PeriodicSite: Li (1.4621, 9.8440, 1.8008) [0.1576, 0.9661, 0.1452]\n",
      "PeriodicSite: Li (7.0424, 8.3861, 2.2477) [0.7399, 0.8214, 0.1936]\n",
      "PeriodicSite: Li (8.1260, 5.1542, 5.6973) [0.8520, 0.4910, 0.5463]\n",
      "PeriodicSite: Li (1.8430, 8.1049, 8.8765) [0.1975, 0.7710, 0.8525]\n",
      "PeriodicSite: Li (8.4484, 3.4812, 2.6223) [0.8845, 0.3361, 0.2470]\n",
      "PeriodicSite: Li (1.8539, 4.0770, 2.2460) [0.1959, 0.3953, 0.2087]\n",
      "PeriodicSite: Li (0.9688, 6.3680, 5.5809) [0.1049, 0.6103, 0.5317]\n",
      "PeriodicSite: Li (4.7288, 5.9221, 9.8114) [0.4980, 0.5527, 0.9521]\n",
      "PeriodicSite: Li (2.7389, 5.8837, 0.8097) [0.2890, 0.5786, 0.0601]\n",
      "PeriodicSite: Li (5.8596, 7.3279, 5.5412) [0.6162, 0.7059, 0.5239]\n",
      "PeriodicSite: Li (9.0687, 3.2967, 4.9074) [0.9495, 0.3104, 0.4741]\n",
      "PeriodicSite: Li (4.0259, 4.8816, 7.8408) [0.4239, 0.4565, 0.7603]\n",
      "PeriodicSite: Li (3.9891, 2.6199, 6.6099) [0.4188, 0.2372, 0.6459]\n",
      "PeriodicSite: Li (7.8453, 5.5412, 1.9335) [0.8224, 0.5417, 0.1719]\n",
      "PeriodicSite: Li (2.5219, 3.1692, 9.8470) [0.2662, 0.2805, 0.9652]\n",
      "PeriodicSite: Li (1.4761, 10.2221, 9.6731) [0.1603, 0.9773, 0.9244]\n",
      "PeriodicSite: Li (2.4605, 4.1130, 4.4093) [0.2595, 0.3918, 0.4230]\n",
      "PeriodicSite: Li (6.2023, 3.1006, 1.4221) [0.6495, 0.3022, 0.1296]\n",
      "PeriodicSite: Li (2.2397, 8.5792, 6.5607) [0.2388, 0.8255, 0.6213]\n",
      "PeriodicSite: Li (4.0450, 5.9116, 4.4589) [0.4259, 0.5694, 0.4216]\n",
      "PeriodicSite: Li (7.8447, 6.8394, 4.2180) [0.8232, 0.6623, 0.3940]\n",
      "PeriodicSite: Li (0.4522, 1.9188, 8.9299) [0.0493, 0.1598, 0.8788]\n",
      "PeriodicSite: Li (4.9284, 9.1021, 1.4114) [0.5193, 0.8946, 0.1086]\n",
      "PeriodicSite: Li (4.2311, 8.3533, 3.8261) [0.4464, 0.8126, 0.3506]\n",
      "PeriodicSite: Li (8.2753, 1.5324, 6.9590) [0.8661, 0.1293, 0.6835]\n",
      "PeriodicSite: Li (6.5355, 6.7611, 7.7858) [0.6869, 0.6426, 0.7482]\n",
      "PeriodicSite: Li (7.0077, 9.8699, 8.3844) [0.7377, 0.9476, 0.7970]\n",
      "PeriodicSite: Li (4.3449, 8.5305, 8.9434) [0.4590, 0.8131, 0.8573]\n",
      "PeriodicSite: Li (4.2825, 2.5086, 4.0971) [0.4491, 0.2346, 0.3971]\n",
      "PeriodicSite: Li (6.8511, 3.2512, 8.3096) [0.7183, 0.2943, 0.8119]\n",
      "PeriodicSite: Li (2.5350, 0.8121, 6.3510) [0.2660, 0.0594, 0.6266]\n",
      "PeriodicSite: Li (1.6841, 8.7330, 4.2853) [0.1806, 0.8482, 0.3952]\n",
      "PeriodicSite: Li (6.1658, 5.2807, 3.2462) [0.6470, 0.5114, 0.3032]\n",
      "PeriodicSite: Li (9.0979, 6.6171, 7.6509) [0.9545, 0.6291, 0.7349]\n",
      "PeriodicSite: Li (1.4221, 5.5538, 8.5705) [0.1523, 0.5201, 0.8308]\n",
      "PeriodicSite: Li (0.6112, 10.3474, 7.4812) [0.0697, 0.9969, 0.7068]\n",
      "PeriodicSite: Li (5.8755, 4.3613, 6.6388) [0.6167, 0.4093, 0.6426]\n",
      "PeriodicSite: Li (5.1311, 1.0689, 2.0263) [0.5368, 0.0995, 0.1965]\n",
      "PeriodicSite: Li (9.1762, 3.5539, 0.1763) [0.9602, 0.3515, 0.0042]\n",
      "PeriodicSite: Li (3.1520, 0.5906, 3.9164) [0.3301, 0.0457, 0.3858]\n",
      "PeriodicSite: Li (6.3349, 6.8693, 0.5287) [0.6650, 0.6773, 0.0284]\n",
      "PeriodicSite: Li (1.1127, 1.6233, 4.3475) [0.1176, 0.1460, 0.4254]\n",
      "PeriodicSite: Li (0.0869, 7.5420, 2.0437) [0.0129, 0.7379, 0.1772]\n",
      "PeriodicSite: Li (5.9398, 0.7538, 4.5500) [0.6214, 0.0601, 0.4477]\n",
      "PeriodicSite: Li (2.9471, 1.4669, 1.6393) [0.3088, 0.1398, 0.1572]\n",
      "PeriodicSite: Li (0.7262, 2.1099, 2.1366) [0.0771, 0.2013, 0.2046]\n",
      "PeriodicSite: Li (7.1455, 4.8974, 9.7376) [0.7500, 0.4521, 0.9479]\n",
      "PeriodicSite: Li (4.7327, 6.4159, 2.1189) [0.4977, 0.6270, 0.1878]\n",
      "PeriodicSite: Li (0.0497, 5.3158, 3.6020) [0.0082, 0.5129, 0.3392]\n",
      "PeriodicSite: Li (2.9293, 8.2685, 1.2797) [0.3100, 0.8125, 0.0986]\n",
      "PeriodicSite: Li (3.4733, 1.2921, 8.4774) [0.3645, 0.0999, 0.8356]\n",
      "PeriodicSite: Li (9.1936, 4.0121, 7.3651) [0.9632, 0.3729, 0.7153]\n",
      "PeriodicSite: Li (2.9709, 6.3800, 6.4879) [0.3142, 0.6088, 0.6213]\n",
      "PeriodicSite: Li (2.1151, 6.6937, 3.5232) [0.2245, 0.6495, 0.3265]\n",
      "PeriodicSite: Li (9.3904, 5.9086, 0.3281) [0.9837, 0.5835, 0.0113]\n",
      "PeriodicSite: Li (9.3943, 8.2374, 5.6381) [0.9859, 0.7958, 0.5299]\n",
      "PeriodicSite: Li (7.4436, 1.2274, 2.4941) [0.7785, 0.1139, 0.2420]\n",
      "PeriodicSite: Li (8.0175, 0.7766, 0.0876) [0.8379, 0.0775, 0.0049]\n",
      "PeriodicSite: Li (5.7808, 1.7218, 9.9154) [0.6060, 0.1378, 0.9764]\n",
      "PeriodicSite: Li (4.7860, 3.6531, 9.3847) [0.5029, 0.3301, 0.9174]\n",
      "PeriodicSite: Li (7.1604, 8.7588, 6.5620) [0.7529, 0.8439, 0.6201]\n",
      "PeriodicSite: Li (8.7851, 0.4782, 4.6985) [0.9185, 0.0328, 0.4629]\n",
      "PeriodicSite: Li (6.0387, 1.6520, 6.5304) [0.6324, 0.1422, 0.6410]\n",
      "PeriodicSite: Li (4.2455, 3.9456, 1.8111) [0.4456, 0.3841, 0.1656]\n",
      "PeriodicSite: Li (4.5367, 9.7662, 7.0424) [0.4794, 0.9415, 0.6647]\n",
      "PeriodicSite: O (1.2204, 8.2310, 0.6199) [0.1314, 0.8108, 0.0336]\n",
      "PeriodicSite: O (0.7540, 4.5454, 5.3989) [0.0816, 0.4309, 0.5199]\n",
      "PeriodicSite: O (1.3405, 1.3548, 0.5024) [0.1407, 0.1323, 0.0451]\n",
      "PeriodicSite: O (4.3465, 2.2888, 0.7629) [0.4552, 0.2240, 0.0673]\n",
      "PeriodicSite: O (7.6138, 3.3058, 6.4430) [0.7977, 0.3060, 0.6265]\n",
      "PeriodicSite: O (5.9543, 2.2178, 3.2639) [0.6235, 0.2089, 0.3152]\n",
      "PeriodicSite: O (3.1702, 5.3578, 2.7440) [0.3340, 0.5203, 0.2536]\n",
      "PeriodicSite: O (7.4946, 2.9446, 10.1673) [0.7856, 0.2580, 0.9970]\n",
      "PeriodicSite: O (0.3097, 7.3321, 3.9114) [0.0363, 0.7110, 0.3631]\n",
      "PeriodicSite: O (0.1414, 4.5836, 1.7186) [0.0171, 0.4469, 0.1550]\n",
      "PeriodicSite: O (7.7947, 4.8064, 3.8721) [0.8170, 0.4627, 0.3666]\n",
      "PeriodicSite: O (5.9525, 5.0336, 1.3268) [0.6243, 0.4934, 0.1137]\n",
      "PeriodicSite: O (5.8038, 7.1944, 3.6503) [0.6101, 0.6990, 0.3368]\n",
      "PeriodicSite: O (1.0168, 9.9950, 5.6035) [0.1116, 0.9684, 0.5218]\n",
      "PeriodicSite: O (7.3221, 0.3825, 5.8383) [0.7658, 0.0194, 0.5764]\n",
      "PeriodicSite: O (9.1283, 5.1751, 8.8593) [0.9571, 0.4827, 0.8596]\n",
      "PeriodicSite: O (5.1717, 2.1788, 8.0843) [0.5423, 0.1890, 0.7934]\n",
      "PeriodicSite: O (4.4047, 7.4204, 0.5577) [0.4637, 0.7314, 0.0297]\n",
      "PeriodicSite: O (7.8104, 7.0315, 6.2028) [0.8200, 0.6747, 0.5902]\n",
      "PeriodicSite: O (6.5125, 10.1040, 1.5584) [0.6852, 0.9933, 0.1196]\n",
      "PeriodicSite: O (8.8801, 0.3317, 8.5478) [0.9289, 0.0056, 0.8450]\n",
      "PeriodicSite: O (2.8215, 9.6391, 8.2094) [0.3003, 0.9248, 0.7811]\n",
      "PeriodicSite: O (5.7692, 8.4846, 7.7375) [0.6076, 0.8128, 0.7377]\n",
      "PeriodicSite: O (2.4514, 2.4323, 3.2982) [0.2576, 0.2295, 0.3185]\n",
      "PeriodicSite: O (3.2716, 9.6193, 2.6576) [0.3466, 0.9413, 0.2306]\n",
      "PeriodicSite: O (5.8039, 5.1378, 8.3776) [0.6098, 0.4802, 0.8124]\n",
      "PeriodicSite: O (4.2622, 1.0664, 5.4419) [0.4464, 0.0878, 0.5353]\n",
      "PeriodicSite: O (8.9864, 1.8989, 3.5099) [0.9401, 0.1770, 0.3402]\n",
      "PeriodicSite: O (3.8357, 4.5062, 5.9641) [0.4036, 0.4256, 0.5756]\n",
      "PeriodicSite: O (8.0750, 7.2287, 1.0686) [0.8470, 0.7112, 0.0804]\n",
      "PeriodicSite: O (3.0196, 5.0164, 9.4354) [0.3190, 0.4643, 0.9181]\n",
      "PeriodicSite: O (3.0653, 7.5010, 5.0261) [0.3244, 0.7243, 0.4726]\n",
      "PeriodicSite: O (1.7533, 2.1832, 7.5296) [0.1852, 0.1908, 0.7389]\n",
      "PeriodicSite: O (1.3437, 7.0682, 7.3468) [0.1446, 0.6736, 0.7044]},\n",
      " {'material_id': 'mp-1245224',\n",
      "  'structure': Structure Summary\n",
      "Lattice\n",
      "    abc : 10.118154249871713 9.715509266723695 10.0590259498694\n",
      " angles : 96.37024057104004 91.51237549872721 91.25258598648244\n",
      " volume : 982.0790982624993\n",
      "      A : 10.116656 -0.104894 -0.138975\n",
      "      B : -0.119323 9.699508 -0.544451\n",
      "      C : -0.133329 -0.555839 10.042772\n",
      "PeriodicSite: Li (8.9391, 6.3997, 8.3745) [0.9038, 0.7203, 0.8854]\n",
      "PeriodicSite: Li (1.6564, 3.8303, -0.1065) [0.1686, 0.3975, 0.0133]\n",
      "PeriodicSite: Li (8.0264, 2.7678, 4.0943) [0.8029, 0.3190, 0.4361]\n",
      "PeriodicSite: Li (1.6183, 4.5761, 7.8226) [0.1768, 0.5201, 0.8096]\n",
      "PeriodicSite: Li (7.6130, 6.7390, 0.3879) [0.7620, 0.7080, 0.0876]\n",
      "PeriodicSite: Li (9.6564, 8.3501, 9.0048) [0.9781, 0.9265, 0.9604]\n",
      "PeriodicSite: Li (1.0582, 2.0697, 6.1839) [0.1159, 0.2508, 0.6310]\n",
      "PeriodicSite: Li (4.3607, 7.4955, 8.5257) [0.4527, 0.8292, 0.9002]\n",
      "PeriodicSite: Li (2.1584, 5.8197, 5.9128) [0.2291, 0.6384, 0.6265]\n",
      "PeriodicSite: Li (8.4903, 4.4537, 1.5379) [0.8474, 0.4793, 0.1908]\n",
      "PeriodicSite: Li (6.7119, 2.4072, 9.0220) [0.6793, 0.3085, 0.9245]\n",
      "PeriodicSite: Li (8.0771, 0.1338, 9.0495) [0.8114, 0.0751, 0.9164]\n",
      "PeriodicSite: Li (4.4747, 4.8360, 8.8091) [0.4609, 0.5559, 0.9137]\n",
      "PeriodicSite: Li (2.4845, 1.0960, 3.9852) [0.2526, 0.1391, 0.4079]\n",
      "PeriodicSite: Li (2.4016, 3.4034, 4.9786) [0.2488, 0.3834, 0.5200]\n",
      "PeriodicSite: Li (7.9587, 5.1278, 3.8230) [0.7989, 0.5615, 0.4222]\n",
      "PeriodicSite: Li (5.5492, 6.2615, 3.0545) [0.5610, 0.6716, 0.3483]\n",
      "PeriodicSite: Li (4.5059, 0.4260, -0.0318) [0.4460, 0.0491, 0.0057]\n",
      "PeriodicSite: Li (3.1325, 5.3842, 1.3731) [0.3186, 0.5684, 0.1719]\n",
      "PeriodicSite: Li (7.6736, 0.4508, 4.2502) [0.7652, 0.0799, 0.4381]\n",
      "PeriodicSite: Li (2.0579, -0.3397, 9.9060) [0.2168, 0.0241, 0.9907]\n",
      "PeriodicSite: Li (2.1620, 6.3406, 9.2702) [0.2348, 0.7115, 0.9649]\n",
      "PeriodicSite: Li (3.9992, 3.1857, 6.6047) [0.4087, 0.3720, 0.6835]\n",
      "PeriodicSite: Li (6.1413, 4.8351, 1.2035) [0.6152, 0.5141, 0.1562]\n",
      "PeriodicSite: Li (1.8886, 9.3449, 5.2980) [0.2062, 0.9992, 0.5846]\n",
      "PeriodicSite: Li (4.0462, 9.1753, 6.1935) [0.4205, 0.9892, 0.6762]\n",
      "PeriodicSite: Li (6.6411, 4.8860, 8.5259) [0.6748, 0.5620, 0.8888]\n",
      "PeriodicSite: Li (2.3384, 1.0067, 7.9481) [0.2435, 0.1524, 0.8031]\n",
      "PeriodicSite: Li (8.9650, 7.0175, 2.2100) [0.8986, 0.7489, 0.2731]\n",
      "PeriodicSite: Li (5.5188, 0.3658, 2.8127) [0.5501, 0.0603, 0.2910]\n",
      "PeriodicSite: Li (4.6861, 7.4264, 0.7365) [0.4740, 0.7778, 0.1221]\n",
      "PeriodicSite: Li (5.5395, 8.5006, 4.2996) [0.5647, 0.9103, 0.4853]\n",
      "PeriodicSite: Li (0.7480, 4.3936, 2.3062) [0.0828, 0.4686, 0.2562]\n",
      "PeriodicSite: Li (6.5443, 7.7728, 8.5266) [0.6690, 0.8605, 0.9049]\n",
      "PeriodicSite: Li (0.2820, 6.0269, 0.0600) [0.0358, 0.6241, 0.0403]\n",
      "PeriodicSite: Li (9.8585, 5.3228, 6.5489) [0.9908, 0.5995, 0.6983]\n",
      "PeriodicSite: Li (0.8851, 7.2989, 4.1717) [0.1027, 0.7799, 0.4591]\n",
      "PeriodicSite: Li (9.5522, 0.3826, 7.0618) [0.9548, 0.0911, 0.7213]\n",
      "PeriodicSite: Li (0.3397, 1.1371, 9.2606) [0.0479, 0.1712, 0.9321]\n",
      "PeriodicSite: Li (9.0329, 3.5925, 8.5992) [0.9097, 0.4313, 0.8922]\n",
      "PeriodicSite: Li (7.6551, 6.1190, 6.1723) [0.7734, 0.6772, 0.6620]\n",
      "PeriodicSite: Li (6.5406, 8.5361, 6.4435) [0.6667, 0.9274, 0.7011]\n",
      "PeriodicSite: Li (6.8394, 3.5766, 6.8459) [0.6904, 0.4171, 0.7138]\n",
      "PeriodicSite: Li (7.7448, 1.2268, 6.4188) [0.7763, 0.1727, 0.6592]\n",
      "PeriodicSite: Li (5.4338, 1.1165, 7.4572) [0.5491, 0.1645, 0.7591]\n",
      "PeriodicSite: Li (5.9221, 3.5840, 3.2927) [0.5948, 0.3964, 0.3576]\n",
      "PeriodicSite: Li (8.8758, 2.7004, 0.0493) [0.8812, 0.2898, 0.0328]\n",
      "PeriodicSite: Li (8.0902, 1.9768, 1.8981) [0.8051, 0.2247, 0.2123]\n",
      "PeriodicSite: Li (1.8428, 7.8277, 7.3546) [0.2025, 0.8540, 0.7814]\n",
      "PeriodicSite: Li (3.4505, 9.2234, 1.4925) [0.3552, 0.9666, 0.2059]\n",
      "PeriodicSite: Li (9.7618, 7.6751, 6.6098) [0.9843, 0.8430, 0.7175]\n",
      "PeriodicSite: Li (9.9878, -0.1175, 4.1284) [0.9931, 0.0230, 0.4261]\n",
      "PeriodicSite: Li (3.2317, 2.5242, 1.8397) [0.3254, 0.2754, 0.2026]\n",
      "PeriodicSite: Li (4.3168, 6.6275, 5.6926) [0.4433, 0.7232, 0.6122]\n",
      "PeriodicSite: Li (6.7790, 7.9150, 2.2683) [0.6837, 0.8395, 0.2808]\n",
      "PeriodicSite: Li (3.0436, 7.7490, 3.5607) [0.3159, 0.8255, 0.4037]\n",
      "PeriodicSite: Li (7.9851, 7.5487, 4.3659) [0.8054, 0.8150, 0.4901]\n",
      "PeriodicSite: Li (9.0143, 9.1641, 1.1748) [0.9048, 0.9650, 0.1818]\n",
      "PeriodicSite: Li (0.8399, 1.9931, 1.6063) [0.0878, 0.2163, 0.1729]\n",
      "PeriodicSite: Li (0.2020, 2.6656, 4.0833) [0.0291, 0.2994, 0.4232]\n",
      "PeriodicSite: Li (0.1483, 5.0043, 4.4642) [0.0273, 0.5434, 0.4744]\n",
      "PeriodicSite: Li (3.2485, 4.9450, 3.5711) [0.3326, 0.5357, 0.3892]\n",
      "PeriodicSite: Li (5.9024, 1.9237, 4.8548) [0.5928, 0.2336, 0.5043]\n",
      "PeriodicSite: Li (3.7085, 2.7539, 9.3498) [0.3832, 0.3428, 0.9549]\n",
      "PeriodicSite: Li (9.1658, 3.1214, 6.2489) [0.9190, 0.3693, 0.6550]\n",
      "PeriodicSite: Li (5.8303, 2.2566, 1.5242) [0.5815, 0.2489, 0.1733]\n",
      "PeriodicSite: Li (1.2149, 7.7744, 1.8395) [0.1327, 0.8161, 0.2292]\n",
      "PeriodicSite: Li (5.5280, 4.9971, 5.2573) [0.5604, 0.5534, 0.5613]\n",
      "PeriodicSite: O (9.4686, 0.9448, 0.5960) [0.9383, 0.1120, 0.0784]\n",
      "PeriodicSite: O (6.1554, 6.8873, 5.1497) [0.6247, 0.7490, 0.5620]\n",
      "PeriodicSite: O (9.2333, 3.8214, 3.1685) [0.9223, 0.4241, 0.3513]\n",
      "PeriodicSite: O (2.8962, 1.4547, 6.1585) [0.2968, 0.1891, 0.6276]\n",
      "PeriodicSite: O (7.3313, 6.0608, 2.1429) [0.7357, 0.6476, 0.2587]\n",
      "PeriodicSite: O (1.7777, 6.1061, 2.7955) [0.1876, 0.6497, 0.3162]\n",
      "PeriodicSite: O (5.3126, 3.1640, 8.0443) [0.5405, 0.3796, 0.8291]\n",
      "PeriodicSite: O (6.2258, 0.3513, 5.8257) [0.6241, 0.0769, 0.5929]\n",
      "PeriodicSite: O (2.7760, 4.5519, 9.4590) [0.2935, 0.5283, 0.9746]\n",
      "PeriodicSite: O (0.8279, 3.9627, 6.0747) [0.0954, 0.4457, 0.6304]\n",
      "PeriodicSite: O (7.1827, 3.2833, 0.7009) [0.7154, 0.3519, 0.0988]\n",
      "PeriodicSite: O (4.3825, 1.1335, 1.6373) [0.4371, 0.1317, 0.1762]\n",
      "PeriodicSite: O (6.7495, 1.7086, 3.1671) [0.6740, 0.2027, 0.3357]\n",
      "PeriodicSite: O (8.1557, 8.1148, 7.6162) [0.8275, 0.8925, 0.8182]\n",
      "PeriodicSite: O (3.1627, 8.4195, -0.2308) [0.3233, 0.8732, 0.0288]\n",
      "PeriodicSite: O (8.3402, 8.7098, 2.8922) [0.8399, 0.9271, 0.3499]\n",
      "PeriodicSite: O (4.6331, 4.6478, 2.3228) [0.4673, 0.4994, 0.2648]\n",
      "PeriodicSite: O (2.1904, 1.5712, 9.7816) [0.2322, 0.2212, 0.9892]\n",
      "PeriodicSite: O (8.1821, 4.8227, 7.5260) [0.8257, 0.5515, 0.7907]\n",
      "PeriodicSite: O (2.8407, 7.7326, 5.7004) [0.2988, 0.8358, 0.6171]\n",
      "PeriodicSite: O (8.4368, 1.7860, 8.0888) [0.8477, 0.2409, 0.8302]\n",
      "PeriodicSite: O (0.9265, -0.2894, 8.0050) [0.1023, 0.0171, 0.7994]\n",
      "PeriodicSite: O (1.8420, 2.7145, 3.1515) [0.1900, 0.3010, 0.3328]\n",
      "PeriodicSite: O (6.7860, 3.7073, 5.0398) [0.6828, 0.4202, 0.5341]\n",
      "PeriodicSite: O (4.8682, 8.1592, 2.5459) [0.4954, 0.8642, 0.3072]\n",
      "PeriodicSite: O (3.6921, 4.7787, 5.5034) [0.3789, 0.5301, 0.5820]\n",
      "PeriodicSite: O (9.3682, 1.3509, 5.2987) [0.9354, 0.1809, 0.5504]\n",
      "PeriodicSite: O (-0.0351, 4.2437, 0.3773) [0.0025, 0.4411, 0.0615]\n",
      "PeriodicSite: O (1.5211, 9.0426, 3.3276) [0.1667, 0.9562, 0.3855]\n",
      "PeriodicSite: O (9.4577, 7.4729, 0.3539) [0.9453, 0.7859, 0.0909]\n",
      "PeriodicSite: O (5.7482, 6.2555, 9.3771) [0.5895, 0.7075, 0.9802]\n",
      "PeriodicSite: O (9.4071, 6.4897, 5.0179) [0.9455, 0.7109, 0.5513]\n",
      "PeriodicSite: O (0.7922, 6.3446, 7.9600) [0.0976, 0.7028, 0.8321]\n",
      "PeriodicSite: O (5.1563, 9.0831, 7.8566) [0.5325, 0.9905, 0.8434]},\n",
      " {'material_id': 'mp-1960',\n",
      "  'structure': Structure Summary\n",
      "Lattice\n",
      "    abc : 3.2942987706766975 3.2942987706766975 3.2942987706766975\n",
      " angles : 59.99999999999999 59.99999999999999 59.99999999999999\n",
      " volume : 25.279818687680972\n",
      "      A : 0.0 2.329421 2.329421\n",
      "      B : 2.329421 0.0 2.329421\n",
      "      C : 2.329421 2.329421 0.0\n",
      "PeriodicSite: Li (3.4941, 3.4941, 3.4941) [0.7500, 0.7500, 0.7500]\n",
      "PeriodicSite: Li (1.1647, 1.1647, 1.1647) [0.2500, 0.2500, 0.2500]\n",
      "PeriodicSite: O (0.0000, 0.0000, 0.0000) [0.0000, 0.0000, 0.0000]},\n",
      " {'material_id': 'mp-755894',\n",
      "  'structure': Structure Summary\n",
      "Lattice\n",
      "    abc : 3.140428 5.151795 5.933408\n",
      " angles : 90.0 90.0 90.0\n",
      " volume : 95.99566621182403\n",
      "      A : 3.140428 0.0 0.0\n",
      "      B : 0.0 5.151795 0.0\n",
      "      C : 0.0 0.0 5.933408\n",
      "PeriodicSite: Li (0.7851, 0.0631, 0.9438) [0.2500, 0.0122, 0.1591]\n",
      "PeriodicSite: Li (0.7851, 0.7269, 3.4367) [0.2500, 0.1411, 0.5792]\n",
      "PeriodicSite: Li (2.3553, 1.8490, 0.4700) [0.7500, 0.3589, 0.0792]\n",
      "PeriodicSite: Li (2.3553, 2.5128, 3.9105) [0.7500, 0.4878, 0.6591]\n",
      "PeriodicSite: Li (0.7851, 2.6390, 2.0229) [0.2500, 0.5122, 0.3409]\n",
      "PeriodicSite: Li (0.7851, 3.3027, 5.4634) [0.2500, 0.6411, 0.9208]\n",
      "PeriodicSite: Li (2.3553, 4.4249, 2.4967) [0.7500, 0.8589, 0.4208]\n",
      "PeriodicSite: Li (2.3553, 5.0887, 4.9896) [0.7500, 0.9878, 0.8409]\n",
      "PeriodicSite: O (2.3553, 1.2677, 2.3664) [0.7500, 0.2461, 0.3988]\n",
      "PeriodicSite: O (0.7851, 1.3082, 5.3331) [0.2500, 0.2539, 0.8988]\n",
      "PeriodicSite: O (2.3553, 3.8436, 0.6003) [0.7500, 0.7461, 0.1012]\n",
      "PeriodicSite: O (0.7851, 3.8841, 3.5670) [0.2500, 0.7539, 0.6012]},\n",
      " {'material_id': 'mp-1245009',\n",
      "  'structure': Structure Summary\n",
      "Lattice\n",
      "    abc : 9.598229855247999 10.080171707942975 10.38069533168424\n",
      " angles : 88.35489623835736 91.68455037520539 86.99374115411048\n",
      " volume : 1002.0749075385974\n",
      "      A : 9.593182 0.272761 -0.149923\n",
      "      B : 0.244697 10.076166 0.144443\n",
      "      C : -0.147471 0.152937 10.378521\n",
      "PeriodicSite: Li (5.8152, 7.5231, 3.4279) [0.5927, 0.7256, 0.3287]\n",
      "PeriodicSite: Li (2.6369, 2.6531, 3.5094) [0.2737, 0.2508, 0.3386]\n",
      "PeriodicSite: Li (8.6470, 1.9687, 0.3673) [0.8977, 0.1704, 0.0460]\n",
      "PeriodicSite: Li (0.2481, 3.8759, 6.2078) [0.0254, 0.3750, 0.5933]\n",
      "PeriodicSite: Li (6.1298, 3.4079, 10.2652) [0.6465, 0.3056, 0.9942]\n",
      "PeriodicSite: Li (7.8661, 6.8351, 6.0119) [0.8124, 0.6475, 0.5820]\n",
      "PeriodicSite: Li (6.4061, 10.2569, 9.2058) [0.6562, 0.9868, 0.8827]\n",
      "PeriodicSite: Li (1.7298, 5.5379, 0.8967) [0.1677, 0.5438, 0.0813]\n",
      "PeriodicSite: Li (9.4737, 4.8553, 0.4724) [0.9768, 0.4546, 0.0533]\n",
      "PeriodicSite: Li (8.9993, 6.6719, 8.2641) [0.9345, 0.6247, 0.8011]\n",
      "PeriodicSite: Li (0.8060, 0.8705, 3.6788) [0.0875, 0.0786, 0.3546]\n",
      "PeriodicSite: Li (5.5170, 9.5429, 4.4258) [0.5580, 0.9256, 0.4216]\n",
      "PeriodicSite: Li (7.8667, 6.9318, 3.7656) [0.8088, 0.6605, 0.3653]\n",
      "PeriodicSite: Li (4.5746, 3.6387, 8.4146) [0.4808, 0.3358, 0.8130]\n",
      "PeriodicSite: Li (4.1530, 3.5330, 2.0582) [0.4274, 0.3360, 0.1998]\n",
      "PeriodicSite: Li (7.8732, 4.6486, 2.3307) [0.8131, 0.4358, 0.2302]\n",
      "PeriodicSite: Li (3.7647, 5.9573, 9.8957) [0.3926, 0.5662, 0.9513]\n",
      "PeriodicSite: Li (3.0150, 8.8025, 10.2764) [0.3077, 0.8504, 0.9828]\n",
      "PeriodicSite: Li (5.4289, 2.0323, 3.3731) [0.5664, 0.1813, 0.3307]\n",
      "PeriodicSite: Li (0.5833, 1.4369, 6.0191) [0.0663, 0.1320, 0.5791]\n",
      "PeriodicSite: Li (2.0086, 4.4631, 8.3186) [0.2108, 0.4251, 0.7987]\n",
      "PeriodicSite: Li (6.0151, 5.5346, 7.6917) [0.6251, 0.5211, 0.7429]\n",
      "PeriodicSite: Li (2.6665, 5.1287, 3.0836) [0.2698, 0.4972, 0.2941]\n",
      "PeriodicSite: Li (5.8743, 7.9928, 6.4443) [0.6023, 0.7675, 0.6189]\n",
      "PeriodicSite: Li (5.4810, 5.3778, 1.0747) [0.5598, 0.5170, 0.1044]\n",
      "PeriodicSite: Li (6.8199, 3.2320, 7.6319) [0.7149, 0.2901, 0.7416]\n",
      "PeriodicSite: Li (1.6168, 6.6171, 7.9420) [0.1639, 0.6408, 0.7587]\n",
      "PeriodicSite: Li (5.6708, 1.2036, 6.8944) [0.5991, 0.0930, 0.6717]\n",
      "PeriodicSite: Li (0.3242, 4.0879, 4.0010) [0.0295, 0.3991, 0.3804]\n",
      "PeriodicSite: Li (8.9616, 8.9173, 0.7831) [0.9134, 0.8591, 0.0767]\n",
      "PeriodicSite: Li (0.7089, 9.5935, 9.3404) [0.0636, 0.9369, 0.8879]\n",
      "PeriodicSite: Li (0.3344, 6.2134, 3.1955) [0.0239, 0.6115, 0.2997]\n",
      "PeriodicSite: Li (3.1586, 6.6709, 5.3199) [0.3206, 0.6457, 0.5082]\n",
      "PeriodicSite: Li (7.5002, 7.4250, 1.5031) [0.7659, 0.7139, 0.1460]\n",
      "PeriodicSite: Li (7.9999, 8.6822, 8.2704) [0.8251, 0.8272, 0.7973]\n",
      "PeriodicSite: Li (0.6459, 9.4011, 6.8134) [0.0537, 0.9218, 0.6444]\n",
      "PeriodicSite: Li (1.1083, 6.0695, 5.4732) [0.1084, 0.5915, 0.5207]\n",
      "PeriodicSite: Li (0.8371, 0.4392, 1.1096) [0.0879, 0.0396, 0.1076]\n",
      "PeriodicSite: Li (7.2896, 5.3377, 9.6549) [0.7616, 0.4949, 0.9344]\n",
      "PeriodicSite: Li (5.7484, 4.6886, 3.5685) [0.5932, 0.4440, 0.3462]\n",
      "PeriodicSite: Li (6.0943, 7.3853, 9.3043) [0.6311, 0.7023, 0.8958]\n",
      "PeriodicSite: Li (0.6841, 2.7007, 2.0862) [0.0676, 0.2632, 0.1983]\n",
      "PeriodicSite: Li (4.9375, 1.5928, -0.0349) [0.5110, 0.1442, 0.0020]\n",
      "PeriodicSite: Li (7.2472, 2.4640, 2.0263) [0.7529, 0.2211, 0.2030]\n",
      "PeriodicSite: Li (8.6020, 2.1538, 3.8830) [0.8979, 0.1836, 0.3846]\n",
      "PeriodicSite: Li (3.7074, 7.1223, 2.1035) [0.3718, 0.6938, 0.1984]\n",
      "PeriodicSite: Li (8.4955, 9.8989, 3.1424) [0.8659, 0.9544, 0.3020]\n",
      "PeriodicSite: Li (3.8511, 4.4791, 5.8195) [0.3992, 0.4252, 0.5606]\n",
      "PeriodicSite: Li (0.2923, 8.2700, 4.4394) [0.0161, 0.8140, 0.4167]\n",
      "PeriodicSite: Li (2.7985, 8.7816, 7.7279) [0.2813, 0.8527, 0.7368]\n",
      "PeriodicSite: Li (1.3324, 1.8205, 8.2352) [0.1469, 0.1647, 0.7933]\n",
      "PeriodicSite: Li (7.8565, 9.4027, 5.7781) [0.8045, 0.9030, 0.5558]\n",
      "PeriodicSite: Li (5.5470, 9.1095, 0.9455) [0.5569, 0.8877, 0.0868]\n",
      "PeriodicSite: Li (3.3473, 8.4636, 4.1542) [0.3339, 0.8249, 0.3936]\n",
      "PeriodicSite: Li (9.2575, 3.5657, 8.9856) [0.9704, 0.3143, 0.8754]\n",
      "PeriodicSite: Li (8.2379, 1.4554, 8.2815) [0.8684, 0.1087, 0.8090]\n",
      "PeriodicSite: Li (7.4740, 4.2732, 5.4393) [0.7772, 0.3950, 0.5298]\n",
      "PeriodicSite: Li (2.2795, 1.4400, 10.2773) [0.2498, 0.1211, 0.9922]\n",
      "PeriodicSite: Li (7.9521, 1.4846, 6.0370) [0.8351, 0.1157, 0.5921]\n",
      "PeriodicSite: Li (3.8161, 9.9639, 6.1401) [0.3820, 0.9697, 0.5836]\n",
      "PeriodicSite: Li (3.7164, 0.4777, 1.7479) [0.3892, 0.0342, 0.1736]\n",
      "PeriodicSite: Li (3.7783, 6.7200, 7.4543) [0.3884, 0.6456, 0.7149]\n",
      "PeriodicSite: Li (2.8311, 1.9537, 5.7124) [0.2991, 0.1774, 0.5523]\n",
      "PeriodicSite: Li (1.2317, 8.0290, 2.3050) [0.1115, 0.7906, 0.2127]\n",
      "PeriodicSite: Li (3.6666, 1.2582, 8.4825) [0.3922, 0.1018, 0.8216]\n",
      "PeriodicSite: Li (5.3609, 3.0219, 5.1366) [0.5594, 0.2772, 0.4991]\n",
      "PeriodicSite: Li (1.1994, 7.4288, 9.7369) [0.1210, 0.7199, 0.9299]\n",
      "PeriodicSite: Li (2.6772, 3.4412, 0.3771) [0.2711, 0.3336, 0.0356]\n",
      "PeriodicSite: O (2.3486, 1.8845, 1.7478) [0.2429, 0.1779, 0.1694]\n",
      "PeriodicSite: O (1.9919, 7.1009, 3.8797) [0.1956, 0.6939, 0.3670]\n",
      "PeriodicSite: O (0.6649, 4.6431, 2.2803) [0.0610, 0.4559, 0.2143]\n",
      "PeriodicSite: O (5.4726, 2.3451, 1.5035) [0.5673, 0.2151, 0.1501]\n",
      "PeriodicSite: O (4.6619, 1.1686, 5.1647) [0.4913, 0.0950, 0.5034]\n",
      "PeriodicSite: O (1.1160, 2.5360, 4.6565) [0.1170, 0.2417, 0.4470]\n",
      "PeriodicSite: O (5.4714, 5.2803, 9.5058) [0.5718, 0.4946, 0.9173]\n",
      "PeriodicSite: O (7.0650, 3.1931, 3.8875) [0.7349, 0.2912, 0.3811]\n",
      "PeriodicSite: O (3.5229, 5.3153, 1.3121) [0.3560, 0.5160, 0.1244]\n",
      "PeriodicSite: O (0.6461, 5.3710, 9.4896) [0.0681, 0.5174, 0.9081]\n",
      "PeriodicSite: O (6.5850, 6.0592, 2.4732) [0.6753, 0.5794, 0.2400]\n",
      "PeriodicSite: O (8.0664, 3.7404, 0.2974) [0.8325, 0.3481, 0.0358]\n",
      "PeriodicSite: O (1.3530, 8.6600, 0.6351) [0.1200, 0.8554, 0.0510]\n",
      "PeriodicSite: O (9.3904, 10.3445, 5.0093) [0.9609, 0.9933, 0.4827]\n",
      "PeriodicSite: O (0.3548, 8.0657, 8.0513) [0.0286, 0.7881, 0.7652]\n",
      "PeriodicSite: O (8.9870, 1.3942, 2.1457) [0.9374, 0.1097, 0.2188]\n",
      "PeriodicSite: O (5.6444, 4.2072, 6.5252) [0.5881, 0.3920, 0.6318]\n",
      "PeriodicSite: O (4.0902, 10.2758, 10.2808) [0.4161, 0.9936, 0.9828]\n",
      "PeriodicSite: O (7.1793, 6.9413, 7.7729) [0.7431, 0.6574, 0.7505]\n",
      "PeriodicSite: O (5.7309, 2.0880, 8.7189) [0.6059, 0.1780, 0.8464]\n",
      "PeriodicSite: O (0.1573, 1.3197, 9.6456) [0.0277, 0.1161, 0.9282]\n",
      "PeriodicSite: O (2.7720, 2.9095, 8.9912) [0.2955, 0.2676, 0.8669]\n",
      "PeriodicSite: O (3.9815, 3.9439, 3.9633) [0.4114, 0.3745, 0.3826]\n",
      "PeriodicSite: O (8.7384, 2.9468, 7.0454) [0.9149, 0.2572, 0.6885]\n",
      "PeriodicSite: O (4.5732, 8.7766, 2.7337) [0.4589, 0.8547, 0.2581]\n",
      "PeriodicSite: O (7.4514, 10.2732, 7.3877) [0.7624, 0.9881, 0.7091]\n",
      "PeriodicSite: O (2.0744, 0.5571, 6.9937) [0.2256, 0.0389, 0.6766]\n",
      "PeriodicSite: O (8.9801, 8.1113, 2.6068) [0.9202, 0.7762, 0.2537]\n",
      "PeriodicSite: O (9.0191, 5.6727, 4.9491) [0.9341, 0.5304, 0.4830]\n",
      "PeriodicSite: O (7.0398, 8.7156, 10.3519) [0.7280, 0.8301, 0.9964]\n",
      "PeriodicSite: O (3.0579, 7.3997, 9.0101) [0.3138, 0.7128, 0.8628]\n",
      "PeriodicSite: O (6.8938, 8.1452, 4.8710) [0.7059, 0.7821, 0.4686]\n",
      "PeriodicSite: O (2.4318, 5.4628, 6.6612) [0.2499, 0.5257, 0.6381]\n",
      "PeriodicSite: O (3.9823, 8.1325, 6.0906) [0.4040, 0.7873, 0.5817]},\n",
      " {'material_id': 'mp-1245092',\n",
      "  'structure': Structure Summary\n",
      "Lattice\n",
      "    abc : 10.727567522609634 10.40012539573466 9.370803819008216\n",
      " angles : 90.64512268418984 89.05603495822335 93.60072808028352\n",
      " volume : 1043.2220571422533\n",
      "      A : 10.721713 -0.341418 0.094916\n",
      "      B : -0.321828 10.394861 -0.07681\n",
      "      C : 0.070423 -0.034141 9.370477\n",
      "PeriodicSite: Li (5.8552, 2.5989, 7.4563) [0.5490, 0.2707, 0.7924]\n",
      "PeriodicSite: Li (5.9646, 10.0151, 2.4039) [0.5841, 0.9835, 0.2587]\n",
      "PeriodicSite: Li (5.1365, 8.0458, 6.8172) [0.4981, 0.7928, 0.7290]\n",
      "PeriodicSite: Li (6.6364, 4.8738, 8.2536) [0.6280, 0.4924, 0.8785]\n",
      "PeriodicSite: Li (6.7403, 0.3775, 8.4642) [0.6246, 0.0598, 0.8974]\n",
      "PeriodicSite: Li (1.7389, 4.9661, 4.4511) [0.1736, 0.4850, 0.4772]\n",
      "PeriodicSite: Li (8.1701, 8.8347, 1.6594) [0.7872, 0.8763, 0.1763]\n",
      "PeriodicSite: Li (1.0354, 3.1654, 3.3384) [0.1035, 0.3091, 0.3578]\n",
      "PeriodicSite: Li (6.6581, 3.1942, 3.0977) [0.6287, 0.3290, 0.3269]\n",
      "PeriodicSite: Li (9.3139, 4.3820, 3.7893) [0.8796, 0.4518, 0.3992]\n",
      "PeriodicSite: Li (7.2858, 7.0986, 7.7194) [0.6954, 0.7084, 0.8226]\n",
      "PeriodicSite: Li (3.6101, 3.4704, 6.2147) [0.3428, 0.3473, 0.6626]\n",
      "PeriodicSite: Li (9.3094, -0.0790, 0.1746) [0.8688, 0.0210, 0.0100]\n",
      "PeriodicSite: Li (10.0454, 1.2065, 2.1631) [0.9399, 0.1477, 0.2225]\n",
      "PeriodicSite: Li (3.5096, 2.9221, 3.9343) [0.3334, 0.2934, 0.4189]\n",
      "PeriodicSite: Li (6.4853, 6.2829, 3.8269) [0.6210, 0.6262, 0.4072]\n",
      "PeriodicSite: Li (2.7151, 7.1493, 3.1745) [0.2719, 0.6978, 0.3417]\n",
      "PeriodicSite: Li (3.5640, 6.8629, 0.9462) [0.3519, 0.6721, 0.1029]\n",
      "PeriodicSite: Li (2.9971, 1.5146, 8.8648) [0.2781, 0.1579, 0.9445]\n",
      "PeriodicSite: Li (8.9030, 9.0207, 7.0933) [0.8524, 0.8983, 0.7557]\n",
      "PeriodicSite: Li (8.3253, 2.2730, 4.2603) [0.7809, 0.2458, 0.4488]\n",
      "PeriodicSite: Li (4.0598, 3.5637, 8.4374) [0.3835, 0.3584, 0.8995]\n",
      "PeriodicSite: Li (9.8402, 3.5070, 1.5862) [0.9278, 0.3684, 0.1629]\n",
      "PeriodicSite: Li (2.2238, 3.8271, 0.8605) [0.2181, 0.3756, 0.0927]\n",
      "PeriodicSite: Li (2.4725, 6.9990, 6.8615) [0.2463, 0.6838, 0.7354]\n",
      "PeriodicSite: Li (4.7265, 6.0076, 8.3992) [0.4528, 0.5958, 0.8966]\n",
      "PeriodicSite: Li (3.2289, 9.4398, 8.1267) [0.3231, 0.9216, 0.8716]\n",
      "PeriodicSite: Li (0.6564, 9.6266, 6.1098) [0.0848, 0.9310, 0.6588]\n",
      "PeriodicSite: Li (7.7240, 1.2269, 1.4771) [0.7237, 0.1423, 0.1515]\n",
      "PeriodicSite: Li (10.5895, 2.4048, 5.3548) [0.9919, 0.2658, 0.5636]\n",
      "PeriodicSite: Li (7.9645, 0.0977, 6.4098) [0.7395, 0.0359, 0.6768]\n",
      "PeriodicSite: Li (6.4110, 1.4459, 5.3157) [0.5991, 0.1606, 0.5625]\n",
      "PeriodicSite: Li (0.3869, 9.7996, 0.6930) [0.0639, 0.9451, 0.0811]\n",
      "PeriodicSite: Li (5.0922, 8.1791, 3.7059) [0.4965, 0.8045, 0.3970]\n",
      "PeriodicSite: Li (2.3385, 5.0929, 8.4464) [0.2272, 0.5004, 0.9032]\n",
      "PeriodicSite: Li (2.0200, 7.8448, 9.1335) [0.2049, 0.7646, 0.9789]\n",
      "PeriodicSite: Li (2.7571, 9.4809, 4.6700) [0.2815, 0.9230, 0.5031]\n",
      "PeriodicSite: Li (8.7674, 6.4826, 2.6730) [0.8354, 0.6520, 0.2821]\n",
      "PeriodicSite: Li (10.1651, 4.8960, 7.6489) [0.9579, 0.5051, 0.8107]\n",
      "PeriodicSite: Li (7.1363, 8.3487, 5.3328) [0.6867, 0.8276, 0.5689]\n",
      "PeriodicSite: Li (8.7332, 5.7233, 5.5458) [0.8281, 0.5797, 0.5882]\n",
      "PeriodicSite: Li (6.1284, 8.4797, 9.0247) [0.5904, 0.8383, 0.9640]\n",
      "PeriodicSite: Li (0.6478, 6.1122, 0.6547) [0.0777, 0.5908, 0.0739]\n",
      "PeriodicSite: Li (8.8229, 2.1451, 8.0989) [0.8244, 0.2363, 0.8579]\n",
      "PeriodicSite: Li (0.4054, 8.6358, 2.6507) [0.0609, 0.8337, 0.2891]\n",
      "PeriodicSite: Li (2.6199, 9.3151, 1.9124) [0.2702, 0.9057, 0.2088]\n",
      "PeriodicSite: Li (4.4224, 0.3415, 0.8927) [0.4133, 0.0467, 0.0915]\n",
      "PeriodicSite: Li (5.3525, 5.3589, 1.3935) [0.5142, 0.5329, 0.1479]\n",
      "PeriodicSite: Li (4.3910, 0.8860, 6.9018) [0.4078, 0.1010, 0.7332]\n",
      "PeriodicSite: Li (9.3054, 8.0659, 4.2723) [0.8891, 0.8066, 0.4535]\n",
      "PeriodicSite: Li (0.7949, 7.3651, 4.8468) [0.0921, 0.7133, 0.5222]\n",
      "PeriodicSite: Li (5.0268, 1.1414, 3.6248) [0.4701, 0.1265, 0.3831]\n",
      "PeriodicSite: Li (8.0449, 10.0463, 3.6046) [0.7776, 0.9933, 0.3849]\n",
      "PeriodicSite: Li (6.4716, 5.4132, 6.0844) [0.6156, 0.5431, 0.6475]\n",
      "PeriodicSite: Li (10.6585, -0.2902, 4.1247) [0.9915, 0.0061, 0.4302]\n",
      "PeriodicSite: Li (2.6304, 1.4003, 5.5461) [0.2458, 0.1447, 0.5906]\n",
      "PeriodicSite: Li (0.3683, 6.0724, 2.6590) [0.0501, 0.5868, 0.2881]\n",
      "PeriodicSite: Li (1.5058, 0.0478, 8.1647) [0.1351, 0.0119, 0.8700]\n",
      "PeriodicSite: Li (5.6094, 3.6441, 5.0064) [0.5308, 0.3697, 0.5319]\n",
      "PeriodicSite: Li (1.2462, 3.4609, 6.7877) [0.1216, 0.3393, 0.7259]\n",
      "PeriodicSite: Li (10.4039, 7.3207, 8.4490) [0.9867, 0.7396, 0.8977]\n",
      "PeriodicSite: Li (3.5143, 4.9318, 2.3835) [0.3407, 0.4865, 0.2549]\n",
      "PeriodicSite: Li (0.2057, 2.7557, 8.6389) [0.0212, 0.2688, 0.9239]\n",
      "PeriodicSite: Li (4.7345, 3.0190, 1.0495) [0.4500, 0.3056, 0.1100]\n",
      "PeriodicSite: Li (8.2709, 5.7444, 0.1204) [0.7887, 0.5786, 0.0096]\n",
      "PeriodicSite: Li (6.1873, 7.4009, 1.7409) [0.5978, 0.7322, 0.1857]\n",
      "PeriodicSite: Li (8.2713, 3.5534, 6.4459) [0.7781, 0.3696, 0.6830]\n",
      "PeriodicSite: Li (4.2442, 6.2558, 4.7444) [0.4110, 0.6170, 0.5072]\n",
      "PeriodicSite: O (9.7785, 9.7139, 2.1798) [0.9395, 0.9661, 0.2310]\n",
      "PeriodicSite: O (5.7962, 7.0167, 5.4059) [0.5577, 0.6952, 0.5770]\n",
      "PeriodicSite: O (7.4834, 4.2229, 4.6176) [0.7077, 0.4311, 0.4891]\n",
      "PeriodicSite: O (2.4706, 6.5658, 5.0185) [0.2462, 0.6415, 0.5383]\n",
      "PeriodicSite: O (9.5702, 5.3866, 1.3835) [0.9081, 0.5485, 0.1429]\n",
      "PeriodicSite: O (3.7941, 4.8782, 0.3852) [0.3681, 0.4815, 0.0413]\n",
      "PeriodicSite: O (5.1714, 4.3605, 7.0504) [0.4905, 0.4381, 0.7510]\n",
      "PeriodicSite: O (7.3868, 1.7539, 6.9253) [0.6900, 0.1938, 0.7337]\n",
      "PeriodicSite: O (8.2646, 5.4975, 7.3816) [0.7824, 0.5571, 0.7844]\n",
      "PeriodicSite: O (1.0062, 6.3891, 8.1336) [0.1068, 0.6210, 0.8720]\n",
      "PeriodicSite: O (4.9030, 1.7158, 8.8920) [0.4566, 0.1832, 0.9458]\n",
      "PeriodicSite: O (7.0362, 1.1942, 3.4250) [0.6580, 0.1377, 0.3600]\n",
      "PeriodicSite: O (9.3791, 1.8762, 0.5121) [0.8808, 0.2096, 0.0474]\n",
      "PeriodicSite: O (9.9380, 6.2329, 4.2208) [0.9429, 0.6320, 0.4461]\n",
      "PeriodicSite: O (4.1390, 9.7964, 2.9934) [0.4126, 0.9570, 0.3231]\n",
      "PeriodicSite: O (7.4266, 7.9127, 3.1276) [0.7141, 0.7858, 0.3330]\n",
      "PeriodicSite: O (2.1136, 3.1280, 8.4081) [0.2006, 0.3105, 0.8978]\n",
      "PeriodicSite: O (4.5768, 1.9765, 5.3673) [0.4293, 0.2061, 0.5701]\n",
      "PeriodicSite: O (6.4381, 6.4505, 0.0802) [0.6197, 0.6409, 0.0075]\n",
      "PeriodicSite: O (1.9257, 3.1060, 5.0628) [0.1853, 0.3067, 0.5409]\n",
      "PeriodicSite: O (10.1177, 3.0736, 7.0486) [0.9486, 0.3293, 0.7453]\n",
      "PeriodicSite: O (10.2973, 9.1713, 8.3274) [0.9821, 0.9175, 0.8863]\n",
      "PeriodicSite: O (1.6087, 4.6028, 2.4282) [0.1618, 0.4490, 0.2612]\n",
      "PeriodicSite: O (4.8714, 3.5041, 2.8151) [0.4630, 0.3533, 0.2986]\n",
      "PeriodicSite: O (4.6214, 6.6089, 2.6829) [0.4487, 0.6515, 0.2871]\n",
      "PeriodicSite: O (2.7559, -0.0486, 6.7332) [0.2525, 0.0060, 0.7160]\n",
      "PeriodicSite: O (9.9657, 2.5201, 3.5342) [0.9353, 0.2744, 0.3699]\n",
      "PeriodicSite: O (2.2335, 10.2750, 0.2684) [0.2380, 0.9964, 0.0344]\n",
      "PeriodicSite: O (8.8592, 9.6086, 5.2633) [0.8512, 0.9542, 0.5609]\n",
      "PeriodicSite: O (6.8654, 8.9818, 7.2889) [0.6619, 0.8884, 0.7784]\n",
      "PeriodicSite: O (3.8293, 7.6955, 8.2652) [0.3740, 0.7555, 0.8844]\n",
      "PeriodicSite: O (0.9187, 9.2028, 4.3284) [0.1093, 0.8904, 0.4681]\n",
      "PeriodicSite: O (1.6272, 7.5994, 1.6202) [0.1727, 0.7373, 0.1772]\n",
      "PeriodicSite: O (6.8277, 9.9154, 0.7326) [0.6656, 0.9760, 0.0794]}]\n"
     ]
    }
   ],
   "source": [
    "#The following query returns all structures in the Materials Project with formula \"Fe2O3\"\n",
    "pprint(m.get_data(\"Li2O\", prop=\"structure\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[{'material_id': 'mp-1605', 'pretty_formula': 'Ag3O4'},\n",
      " {'material_id': 'mp-1289702', 'pretty_formula': 'Co3O4'},\n",
      " {'material_id': 'mp-18748', 'pretty_formula': 'Co3O4'},\n",
      " {'material_id': 'mp-1285798', 'pretty_formula': 'Co3O4'},\n",
      " {'material_id': 'mp-1293627', 'pretty_formula': 'Co3O4'},\n",
      " {'material_id': 'mp-1322486', 'pretty_formula': 'Cr3O4'},\n",
      " {'material_id': 'mp-756253', 'pretty_formula': 'Cr3O4'},\n",
      " {'material_id': 'mp-1147673', 'pretty_formula': 'Cu3O4'},\n",
      " {'material_id': 'mp-1178476', 'pretty_formula': 'Cu3O4'},\n",
      " {'material_id': 'mp-1182716', 'pretty_formula': 'Eu3O4'},\n",
      " {'material_id': 'mp-19306', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-650112', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-18731', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-505595', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-611817', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-1104628', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-1277436', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-1181546', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-1182229', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-1181340', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-716052', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-1181570', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-1291630', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-715811', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-715558', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-715275', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-1181813', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-715614', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-715438', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-705416', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-31770', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-1185276', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-1284941', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-1182249', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-612405', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-510252', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-1192788', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-1181657', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-18759', 'pretty_formula': 'Mn3O4'},\n",
      " {'material_id': 'mp-1295665', 'pretty_formula': 'Mn3O4'},\n",
      " {'material_id': 'mp-1180876', 'pretty_formula': 'Mn3O4'},\n",
      " {'material_id': 'mp-20141', 'pretty_formula': 'Mn3O4'},\n",
      " {'material_id': 'mp-1180464', 'pretty_formula': 'Mn3O4'},\n",
      " {'material_id': 'mp-638270', 'pretty_formula': 'Mn3O4'},\n",
      " {'material_id': 'mp-1193728', 'pretty_formula': 'Mn3O4'},\n",
      " {'material_id': 'mp-1194100', 'pretty_formula': 'Mn3O4'},\n",
      " {'material_id': 'mp-754800', 'pretty_formula': 'Ni3O4'},\n",
      " {'material_id': 'mp-656887', 'pretty_formula': 'Ni3O4'},\n",
      " {'material_id': 'mp-636813', 'pretty_formula': 'Pb3O4'},\n",
      " {'material_id': 'mp-21452', 'pretty_formula': 'Pb3O4'},\n",
      " {'material_id': 'mp-22633', 'pretty_formula': 'Pb3O4'},\n",
      " {'material_id': 'mp-601193', 'pretty_formula': 'Pt3O4'},\n",
      " {'material_id': 'mp-1604', 'pretty_formula': 'Pt3O4'},\n",
      " {'material_id': 'mp-1104544', 'pretty_formula': 'Sn3O4'},\n",
      " {'material_id': 'mp-1179450', 'pretty_formula': 'Sn3O4'},\n",
      " {'material_id': 'mp-1217157', 'pretty_formula': 'Ti3O4'},\n",
      " {'material_id': 'mp-755875', 'pretty_formula': 'Ti3O4'},\n",
      " {'material_id': 'mp-1194318', 'pretty_formula': 'Yb3O4'}]\n"
     ]
    }
   ],
   "source": [
    "# These query returns the chemical formula and material id of all Materials with formula of form \"*3O4\". \n",
    "# The material_id is always returned with any use of get_data.\n",
    "pprint(m.get_data(\"*3O4\", prop=\"pretty_formula\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x576 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x576 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Getting a DOS object and plotting it. Bandstructures are similar.\n",
    "\n",
    "dos = m.get_dos_by_material_id(\"mp-19017\")\n",
    "bs = m.get_bandstructure_by_material_id(\"mp-19017\")\n",
    "\n",
    "from pymatgen.electronic_structure.plotter import DosPlotter, BSPlotter\n",
    "%matplotlib inline\n",
    "\n",
    "dos_plotter = DosPlotter()\n",
    "dos_plotter.add_dos_dict(dos.get_spd_dos())\n",
    "dos_plotter.show()\n",
    "\n",
    "bs_plotter = BSPlotter(bs)\n",
    "bs_plotter.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## More sophisticated queries using MPRester's very powerful query method.\n",
    "\n",
    "The query() method essentially works almost like a raw MongoDB query on the Materials Project database. With it, you can perform extremely sophisticated queries to obtain large and customized quantities of materials data easily. The way to use query is\n",
    "\n",
    "```python\n",
    "query(criteria, properties)\n",
    "```\n",
    "\n",
    "The criteria argument can either be a simple string similar to the powerful wildcard based formula and chemical system search described above, or a full MongoDB query dict with all the features of the Mongo query syntax."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "8e9b6d9045e44577b84f64813bb0b49d",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "  0%|          | 0/139367 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Get material ids for everything in the Materials Project database\n",
    "\n",
    "data = m.query(criteria={}, properties=[\"task_id\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[{'final_energy': -0.85663276}, {'final_energy': -26.91801468}]\n"
     ]
    }
   ],
   "source": [
    "# Get the energy for materials with material_ids \"mp-1234\" and \"mp-2345\".\n",
    "data = m.query(criteria={\"task_id\": {\"$in\": [\"mp-1234\", \"mp-1\"]}}, properties=[\"final_energy\"])\n",
    "print(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[{'spacegroup.symbol': 'P1'}, {'spacegroup.symbol': 'P1'}, {'spacegroup.symbol': 'Fm-3m'}, {'spacegroup.symbol': 'Pnma'}, {'spacegroup.symbol': 'P1'}, {'spacegroup.symbol': 'P1'}]\n"
     ]
    }
   ],
   "source": [
    "# Get the spacegroup symbol for all materials with formula Li2O.\n",
    "data = m.query(criteria={\"pretty_formula\": \"Li2O\"}, properties=[\"spacegroup.symbol\"])\n",
    "print(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[{'icsd_id': None, 'pretty_formula': 'Na2O2', 'spacegroup.symbol': 'Cmcm'},\n",
      " {'icsd_id': None, 'pretty_formula': 'K2O', 'spacegroup.symbol': 'P4/mmm'},\n",
      " {'icsd_id': None, 'pretty_formula': 'NaO2', 'spacegroup.symbol': 'Pnnm'},\n",
      " {'icsd_id': None, 'pretty_formula': 'KO2', 'spacegroup.symbol': 'I4/mmm'},\n",
      " {'icsd_id': None, 'pretty_formula': 'Na2O', 'spacegroup.symbol': 'Pnnm'},\n",
      " {'icsd_id': None, 'pretty_formula': 'Na2O2', 'spacegroup.symbol': 'R-3m'},\n",
      " {'icsd_id': None, 'pretty_formula': 'K2O', 'spacegroup.symbol': 'P2_1'},\n",
      " {'icsd_id': None, 'pretty_formula': 'NaO2', 'spacegroup.symbol': 'Pbca'},\n",
      " {'icsd_id': None, 'pretty_formula': 'K2O', 'spacegroup.symbol': 'I4_1/amd'},\n",
      " {'icsd_id': None, 'pretty_formula': 'Li2O', 'spacegroup.symbol': 'P1'},\n",
      " {'icsd_id': None, 'pretty_formula': 'LiO2', 'spacegroup.symbol': 'C2/m'},\n",
      " {'icsd_id': None, 'pretty_formula': 'Na2O', 'spacegroup.symbol': 'P1'},\n",
      " {'icsd_id': None, 'pretty_formula': 'NaO2', 'spacegroup.symbol': 'Pbca'},\n",
      " {'icsd_id': None, 'pretty_formula': 'K2O2', 'spacegroup.symbol': 'Cmce'},\n",
      " {'icsd_id': None, 'pretty_formula': 'Na2O9', 'spacegroup.symbol': 'P2_1/c'},\n",
      " {'icsd_id': None, 'pretty_formula': 'NaO5', 'spacegroup.symbol': 'C2/m'},\n",
      " {'icsd_id': None, 'pretty_formula': 'NaO2', 'spacegroup.symbol': 'R-3m'},\n",
      " {'icsd_id': None, 'pretty_formula': 'Na2O2', 'spacegroup.symbol': 'P-62m'},\n",
      " {'icsd_id': None, 'pretty_formula': 'K2O2', 'spacegroup.symbol': 'Cmcm'},\n",
      " {'icsd_id': None, 'pretty_formula': 'NaO8', 'spacegroup.symbol': 'P2_1/c'},\n",
      " {'icsd_id': None, 'pretty_formula': 'LiO8', 'spacegroup.symbol': 'P1'},\n",
      " {'icsd_id': None, 'pretty_formula': 'Na2O2', 'spacegroup.symbol': 'Pbcm'},\n",
      " {'icsd_id': None, 'pretty_formula': 'Li2O2', 'spacegroup.symbol': 'Pm-3m'},\n",
      " {'icsd_id': None, 'pretty_formula': 'LiO8', 'spacegroup.symbol': 'C2'},\n",
      " {'icsd_id': None, 'pretty_formula': 'K2O2', 'spacegroup.symbol': 'P-62m'},\n",
      " {'icsd_id': None, 'pretty_formula': 'Na6O', 'spacegroup.symbol': 'Cmm2'},\n",
      " {'icsd_id': None, 'pretty_formula': 'Na2O2', 'spacegroup.symbol': 'Pm-3m'},\n",
      " {'icsd_id': None, 'pretty_formula': 'NaO3', 'spacegroup.symbol': 'Imm2'},\n",
      " {'icsd_id': None, 'pretty_formula': 'LiO3', 'spacegroup.symbol': 'Imm2'},\n",
      " {'icsd_id': None, 'pretty_formula': 'NaO2', 'spacegroup.symbol': 'P4_2/mnm'},\n",
      " {'icsd_id': None, 'pretty_formula': 'K2O', 'spacegroup.symbol': 'C2/m'},\n",
      " {'icsd_id': None, 'pretty_formula': 'LiO8', 'spacegroup.symbol': 'Cm'},\n",
      " {'icsd_id': None, 'pretty_formula': 'KO2', 'spacegroup.symbol': 'Pa-3'},\n",
      " {'icsd_id': None, 'pretty_formula': 'Li2O2', 'spacegroup.symbol': 'P6_3/mmc'},\n",
      " {'icsd_id': None, 'pretty_formula': 'Li2O', 'spacegroup.symbol': 'P1'},\n",
      " {'icsd_id': None, 'pretty_formula': 'Li2O', 'spacegroup.symbol': 'Fm-3m'},\n",
      " {'icsd_id': None, 'pretty_formula': 'K2O', 'spacegroup.symbol': 'Fm-3m'},\n",
      " {'icsd_id': None, 'pretty_formula': 'KO2', 'spacegroup.symbol': 'C2/c'},\n",
      " {'icsd_id': None, 'pretty_formula': 'Na2O', 'spacegroup.symbol': 'P3'},\n",
      " {'icsd_id': None, 'pretty_formula': 'KO2', 'spacegroup.symbol': 'C2/c'},\n",
      " {'icsd_id': None, 'pretty_formula': 'KO3', 'spacegroup.symbol': 'I4/mcm'},\n",
      " {'icsd_id': None, 'pretty_formula': 'NaO8', 'spacegroup.symbol': 'P2_1/c'},\n",
      " {'icsd_id': None, 'pretty_formula': 'KO2', 'spacegroup.symbol': 'P2_1/c'},\n",
      " {'icsd_id': None, 'pretty_formula': 'K2O', 'spacegroup.symbol': 'C2/c'},\n",
      " {'icsd_id': None, 'pretty_formula': 'K2O', 'spacegroup.symbol': 'P3'},\n",
      " {'icsd_id': None, 'pretty_formula': 'K2O', 'spacegroup.symbol': 'Pbca'},\n",
      " {'icsd_id': None, 'pretty_formula': 'LiO2', 'spacegroup.symbol': 'R-3m'},\n",
      " {'icsd_id': None, 'pretty_formula': 'Na2O', 'spacegroup.symbol': 'R-3m'},\n",
      " {'icsd_id': None, 'pretty_formula': 'Na2O', 'spacegroup.symbol': 'Fm-3m'},\n",
      " {'icsd_id': None, 'pretty_formula': 'Li2O', 'spacegroup.symbol': 'Pnma'},\n",
      " {'icsd_id': None, 'pretty_formula': 'K2O', 'spacegroup.symbol': 'Pnnm'},\n",
      " {'icsd_id': None, 'pretty_formula': 'LiO8', 'spacegroup.symbol': 'C2/m'},\n",
      " {'icsd_id': None, 'pretty_formula': 'KO2', 'spacegroup.symbol': 'P2_1/c'},\n",
      " {'icsd_id': None, 'pretty_formula': 'LiO2', 'spacegroup.symbol': 'Fm-3m'},\n",
      " {'icsd_id': None, 'pretty_formula': 'Na2O', 'spacegroup.symbol': 'P1'},\n",
      " {'icsd_id': None, 'pretty_formula': 'Na2O', 'spacegroup.symbol': 'P-62m'},\n",
      " {'icsd_id': None, 'pretty_formula': 'KO2', 'spacegroup.symbol': 'P4/mmm'},\n",
      " {'icsd_id': None, 'pretty_formula': 'LiO2', 'spacegroup.symbol': 'Pnnm'},\n",
      " {'icsd_id': None, 'pretty_formula': 'Li2O2', 'spacegroup.symbol': 'P6_3/mmc'},\n",
      " {'icsd_id': None, 'pretty_formula': 'K2O', 'spacegroup.symbol': 'P4_2/nmc'},\n",
      " {'icsd_id': None, 'pretty_formula': 'Li2O', 'spacegroup.symbol': 'P1'},\n",
      " {'icsd_id': None, 'pretty_formula': 'NaO2', 'spacegroup.symbol': 'Pa-3'},\n",
      " {'icsd_id': None, 'pretty_formula': 'Li2O', 'spacegroup.symbol': 'P1'},\n",
      " {'icsd_id': None, 'pretty_formula': 'Li2O2', 'spacegroup.symbol': 'P4/mmm'},\n",
      " {'icsd_id': None, 'pretty_formula': 'KO3', 'spacegroup.symbol': 'Imm2'}]\n"
     ]
    }
   ],
   "source": [
    "# Get the ICSD of all compounds containing either K, Li or Na with O.\n",
    "data = m.query(criteria={\"elements\": {\"$in\": [\"K\", \"Li\", \"Na\"], \"$all\": [\"O\"]}, \"nelements\": 2}, \n",
    "               properties=[\"icsd_id\", \"pretty_formula\", \"spacegroup.symbol\"])\n",
    "pprint(data)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "collapsed": true
   },
   "source": [
    "# Using requests (or urllib)\n",
    "\n",
    "If you decide not to install pymatgen, you can still make use of the Materials API by calling the relevant URLs directly. Here, we will demonstrate how you can do so using the *requests* library, though any http library should work similarly. All the queries demonstrated here are similar to the above queries."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "import requests\n",
    "import os\n",
    "import json"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "r = requests.get(\"https://www.materialsproject.org/rest/v2/materials/Li2O/vasp/final_structure\",\n",
    "                 headers={\"X-API-KEY\": os.environ[\"PMG_MAPI_KEY\"]})\n",
    "content = r.json() # a dict"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[{'material_id': 'mp-1605', 'pretty_formula': 'Ag3O4'},\n",
      " {'material_id': 'mp-1289702', 'pretty_formula': 'Co3O4'},\n",
      " {'material_id': 'mp-18748', 'pretty_formula': 'Co3O4'},\n",
      " {'material_id': 'mp-1285798', 'pretty_formula': 'Co3O4'},\n",
      " {'material_id': 'mp-1293627', 'pretty_formula': 'Co3O4'},\n",
      " {'material_id': 'mp-1322486', 'pretty_formula': 'Cr3O4'},\n",
      " {'material_id': 'mp-756253', 'pretty_formula': 'Cr3O4'},\n",
      " {'material_id': 'mp-1147673', 'pretty_formula': 'Cu3O4'},\n",
      " {'material_id': 'mp-1178476', 'pretty_formula': 'Cu3O4'},\n",
      " {'material_id': 'mp-1182716', 'pretty_formula': 'Eu3O4'},\n",
      " {'material_id': 'mp-19306', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-650112', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-18731', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-505595', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-611817', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-1104628', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-1277436', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-1181546', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-1182229', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-1181340', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-716052', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-1181570', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-1291630', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-715811', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-715558', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-715275', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-1181813', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-715614', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-715438', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-705416', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-31770', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-1185276', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-1284941', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-1182249', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-612405', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-510252', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-1192788', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-1181657', 'pretty_formula': 'Fe3O4'},\n",
      " {'material_id': 'mp-18759', 'pretty_formula': 'Mn3O4'},\n",
      " {'material_id': 'mp-1295665', 'pretty_formula': 'Mn3O4'},\n",
      " {'material_id': 'mp-1180876', 'pretty_formula': 'Mn3O4'},\n",
      " {'material_id': 'mp-20141', 'pretty_formula': 'Mn3O4'},\n",
      " {'material_id': 'mp-1180464', 'pretty_formula': 'Mn3O4'},\n",
      " {'material_id': 'mp-638270', 'pretty_formula': 'Mn3O4'},\n",
      " {'material_id': 'mp-1193728', 'pretty_formula': 'Mn3O4'},\n",
      " {'material_id': 'mp-1194100', 'pretty_formula': 'Mn3O4'},\n",
      " {'material_id': 'mp-754800', 'pretty_formula': 'Ni3O4'},\n",
      " {'material_id': 'mp-656887', 'pretty_formula': 'Ni3O4'},\n",
      " {'material_id': 'mp-636813', 'pretty_formula': 'Pb3O4'},\n",
      " {'material_id': 'mp-21452', 'pretty_formula': 'Pb3O4'},\n",
      " {'material_id': 'mp-22633', 'pretty_formula': 'Pb3O4'},\n",
      " {'material_id': 'mp-601193', 'pretty_formula': 'Pt3O4'},\n",
      " {'material_id': 'mp-1604', 'pretty_formula': 'Pt3O4'},\n",
      " {'material_id': 'mp-1104544', 'pretty_formula': 'Sn3O4'},\n",
      " {'material_id': 'mp-1179450', 'pretty_formula': 'Sn3O4'},\n",
      " {'material_id': 'mp-1217157', 'pretty_formula': 'Ti3O4'},\n",
      " {'material_id': 'mp-755875', 'pretty_formula': 'Ti3O4'},\n",
      " {'material_id': 'mp-1194318', 'pretty_formula': 'Yb3O4'}]\n"
     ]
    }
   ],
   "source": [
    "r = requests.get(\"https://www.materialsproject.org/rest/v2/materials/*3O4/vasp/pretty_formula\",\n",
    "                 headers={\"X-API-KEY\": os.environ[\"PMG_MAPI_KEY\"]})\n",
    "content = r.json() # a dict\n",
    "pprint(content[\"response\"])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Note that we cannot demonstrate DOS nad Bandstructure plotting here, since those rely on pymatgen's high level plotting utilities for these objects. But you can of course query for the DOS and Bandstructure data and implement your own customized plotting in your favorite graphing utility."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "ename": "KeyError",
     "evalue": "'MAPI_KEY'",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mKeyError\u001b[0m                                  Traceback (most recent call last)",
      "\u001b[0;32m/var/folders/jv/bsb7ys8j7t55r1y7jqf58jt40000gn/T/ipykernel_11297/3142311310.py\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m     11\u001b[0m }\n\u001b[1;32m     12\u001b[0m r = requests.post('https://materialsproject.org/rest/v2/query',\n\u001b[0;32m---> 13\u001b[0;31m                  \u001b[0mheaders\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m{\u001b[0m\u001b[0;34m'X-API-KEY'\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mos\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0menviron\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m\"MAPI_KEY\"\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m}\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     14\u001b[0m                  data={k: json.dumps(v) for k,v in data.iteritems()})\n\u001b[1;32m     15\u001b[0m \u001b[0mcontent\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mr\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mjson\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;31m# a dict\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m~/miniconda3/envs/mavrl/lib/python3.9/os.py\u001b[0m in \u001b[0;36m__getitem__\u001b[0;34m(self, key)\u001b[0m\n\u001b[1;32m    677\u001b[0m         \u001b[0;32mexcept\u001b[0m \u001b[0mKeyError\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    678\u001b[0m             \u001b[0;31m# raise KeyError with the original key value\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 679\u001b[0;31m             \u001b[0;32mraise\u001b[0m \u001b[0mKeyError\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mkey\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;32mfrom\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    680\u001b[0m         \u001b[0;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdecodevalue\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mvalue\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    681\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;31mKeyError\u001b[0m: 'MAPI_KEY'"
     ]
    }
   ],
   "source": [
    "data = {\n",
    "    \"criteria\": {\n",
    "        \"elements\": {\"$in\": [\"Li\", \"Na\", \"K\"], \"$all\": [\"O\"]},\n",
    "        \"nelements\": 2,\n",
    "    },\n",
    "    \"properties\": [\n",
    "        \"icsd_id\",\n",
    "        \"pretty_formula\",\n",
    "        \"spacegroup.symbol\"\n",
    "    ]\n",
    "}\n",
    "r = requests.post('https://materialsproject.org/rest/v2/query',\n",
    "                 headers={'X-API-KEY': os.environ[\"MAPI_KEY\"]},\n",
    "                 data={k: json.dumps(v) for k,v in data.iteritems()})\n",
    "content = r.json() # a dict\n",
    "pprint(content[\"response\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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